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Simplify: (n + 3)^2 Can someone explain how I simplify this?
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\[(n+3)^2=(n+3)(n+3)=n(n+3)+3(n+3).\] Does that help?
Very little. I thought it would've been either N^2+ 9 or N2+6?
Not really! Let me take if from where I stopped \[=n^2+3n+3n+9=n^2+6n+9.\]
In a similar manner, you can find a general formula for \((x+y)^2\) as \[(x+y)^2=x^2+2xy+y^2.\]
in that sense, I think it would then be n2 + 9n + 9? I think... I'm not very good with letters unfortunately. So I could've done that wrong
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It would be \(n^2+2(3)n+3^2=n^2+6n+9.\)
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